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QiYi Hanoi Tower 8 Layers
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A QiYi Tower of Hanoi with 8 colorful segments and three pegs. Move the whole tower to the other end without ever placing a larger segment on a smaller one. The shortest solution takes 255 moves. All pieces fit into the storage box included in the set.
QiYi Hanoi Tower 8 Layers is a classic logic puzzle: the Tower of Hanoi with eight colorful segments. At the start, the whole tower stands on one of three pegs, with the largest segment at the bottom and each one above it smaller. Your task is to move the tower to the peg on the opposite side. There is only one rule to keep in mind: a larger segment can never sit on a smaller one.
With eight segments, the shortest solution takes 255 moves. That calls for real focus, because one wrong move in the middle can easily make the whole solution longer. The puzzle is based on recursion. To move the largest segment, you first have to put the seven smaller ones on the middle peg (127 moves). Then you move the largest segment and stack those seven back on top of it (another 127 moves). Once you understand this pattern, you stop solving blindly and start planning your moves. The smallest segment always moves every other turn, and always in the same direction. This tip helps a lot at the beginning.
QiYi also makes versions with 6 segments (63 moves) and 10 segments (1023 moves). The 8-layer version gives you plenty to think about, but you can still solve it in one session.
The Tower of Hanoi is great for kids who enjoy logic puzzles, helping them practice planning and patience. Adults who like mathematical puzzles will enjoy it too. There is no turning mechanism like in cubes. What counts is logic, not fast fingers, so even someone who has never solved a 3x3 cube can take it on. After playing, the pegs and segments are stored in the box, so no pieces get lost.
| Rozmiar | 87,5 |
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